Generamos dos matrices iniciales aleatoriamente $w_{init}^1$ y $w_{init}^2$:

$w_{init}^1$=\begin{math}
\left(\begin{array}{cccccc} 
    0.5939 &   0.7569  &  0.2048  &  0.7801  &  0.8146  &  0.8205\\
    0.0750 &   0.7680  &  0.0119  &  0.8474  &  0.0034  &  0.8284\\
    0.0358 &   0.0896  &  0.6474  &  0.6751  &  0.8804  &  0.8721\\
    0.2941 &   0.3054  &  0.7061  &  0.6858  &  0.4475  &  0.2751
\end{array}
\right)
\end{math}

$w_{init}^2$=\begin{math}
\left(\begin{array}{cccccc} 
    0.0891  &  0.8212  &  0.3723  &  0.6953  &  0.7691  &  0.7969\\
    0.0044  &  0.1413  &  0.5690  &  0.3702  &  0.1098  &  0.2074\\
    0.9343  &  0.7015  &  0.3715  &  0.3792  &  0.6672  &  0.5638\\
    0.7315  &  0.6982  &  0.6195  &  0.3492  &  0.9071  &  0.5996
\end{array}
\right)
\end{math}

Para la primera matriz inicial, las dos matrices correspondientes a las distintas cantidades de iteraciones son:

$w_{1000}^1$=\begin{math}
\left(\begin{array}{cccccc} 
    0.1066 &   0.0396  &  0.9905 &  -0.0736 &  -0.0211 &   0.0107\\
   -0.0834 &   0.9951  & -0.0391 &  -0.0337 &  -0.0017 &  -0.0076\\
   -0.9977 &  -0.0266  &  0.0600 &   0.0114 &  -0.0018 &   0.0125\\
    0.3199 &   0.1776  &  0.1274 &  -0.7389 &  -0.5195 &  -0.1844
\end{array}
\right)
\end{math}

$w_{2000}^1$=\begin{math}
\left(\begin{array}{cccccc} 
   -0.0190  &  0.0709  &  0.9944  &  0.0703 &  -0.0236  &  0.0140\\
   -0.1175  &  0.9887  & -0.0537  & -0.0152 &   0.0675  &  0.0329\\
   -0.9966  &  0.0059  & -0.0658  & -0.0480 &  -0.0043  &  0.0074\\
    0.0668  &  0.0268  &  0.0158  & -0.9844 &  -0.1569  & -0.0317
\end{array}
\right)
\end{math}

Para la segunda matriz inicial, las matrices devueltas son:

$w_{1000}^2$=\begin{math}
\left(\begin{array}{cccccc} 
   -0.0859 &   0.1225  &  0.9863 &   0.0660 &  -0.0188 &  -0.0064\\
    0.0537 &  -0.9748  &  0.2129 &  -0.0323 &   0.0153 &  -0.0145\\
    0.9947 &   0.0648  &  0.0309 &  -0.0664 &  -0.0314 &   0.0016\\
    0.0252 &   0.0714  &  0.0416 &  -0.9762 &   0.1949 &  -0.0385
\end{array}
\right)
\end{math}

$w_{2000}^2$=\begin{math}
\left(\begin{array}{cccccc} 
   -0.0190  &  0.0709  &  0.9944  &  0.0703 &  -0.0236  &  0.0140\\
   -0.1175  &  0.9887  & -0.0537  & -0.0152 &   0.0675  &  0.0329\\
   -0.9966  &  0.0059  & -0.0658  & -0.0480 &  -0.0043  &  0.0074\\
    0.0668  &  0.0268  &  0.0158  & -0.9844 &  -0.1569  & -0.0317
\end{array}
\right)
\end{math}